Lecture Course: Functional Analysis II
Tue, Thu 10 – 12 in B 251
Organisation of tutorials: Julien Ricaud
Tutorials, problem sheets and further information
- 05/02/19 Schedule of oral exams on Thursday 07/02/19.
- 19/10/18 On Tuesday 23/10/18 there will be a tutorial session in B041 from 2 pm until 4pm, instead of an exercise class. We will also decide upon the days and times of future tutorial sessions there.
Synposis
This is a continuation of the lecture course Functional Analysis from the previous term. Attendance of part one is not a necessary prerequisite for this course. However, a background in the theory of Banach and Hilbert spaces will be required. Main topics to be covered are a proof of the spectral theorem for bounded self-adjoint operators, an introduction to unbounded symmetric and self-adjoint operators and the basics of the Fourier transform and distributions.
Prerequisites
Functional Analysis
Audience
Students pursuing the following degrees: MSc Mathematics, MSc Financial Mathematics, Elite Master Course Theoretical and Mathematical Physics
Literature
The course will not follow a particular textbook. See the literature given in part one.
Script
Version of 11 January 2019